{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "mpl.rcParams[\"font.family\"]= \"simsun\"#simsun Microsoft YaHei\n",
    "mpl.rcParams['axes.unicode_minus'] = False\n",
    "mpl.rcParams[\"mathtext.fontset\"]= \"stix\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, '这是一个中文标题')"
      ]
     },
     "execution_count": 74,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "ax.plot([0,1,2,3,4], [0,1,4,9,16])\n",
    "ax.set_title(\"这是一个中文标题\",loc=\"left\",pad=10,size=15)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, '这是一个中文标题')"
      ]
     },
     "execution_count": 75,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "ax.plot([0,-1,-2,-3,-4], [0,1,4,9,16])\n",
    "ax.text(-2,8,\"这是中文文本\")\n",
    "ax.set_title(\"这是一个中文标题\",loc=\"left\",pad=10,size=15)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 82,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.0, 1.0, '这是一个中文标题')"
      ]
     },
     "execution_count": 82,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "ax.plot([0,-1,-2,-3,-4], [0,1,4,9,16])\n",
    "ax.text(-2,8,\"这是中文文本$\\\\rm AAA$\")\n",
    "ax.set_title(\"这是一个中文标题\",loc=\"left\",pad=10,size=15)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, 'X轴 / $\\\\rm cm$')"
      ]
     },
     "execution_count": 86,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(8, 6))\n",
    "ax.plot([0,-1,-2,-3,-4], [0,1,4,9,16])\n",
    "ax.text(-2,8,\"这是中文文本$\\\\rm AAA$\")\n",
    "ax.set_title(\"这是一个中文标题\",loc=\"left\",pad=10,size=15)\n",
    "ax.set_xlabel(\"X轴 / $\\\\rm cm$\")\n",
    "# 中文用宋体，英文用新罗马字体"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
